MATH 100A Lecture Notes - Lecture 4: Box Plot, Polar Coordinate System, Hyperbola

• School: Binghamton University
• Department: Mathematical Science
• Course: MATH 100A
• Professor: Fa

Document Summary

2 4 p ( y k ) = ( x h ) 2 4p ( x h ) = (y k ) (h, k + p) (h + p, k) (h, k) (h, k) 2 2 2 (h, k c) c = a b. 2 2 2 (h c, k) c = a b (h, k a) (h a , k) (h b ,k) (h, k a) 2 2 2 (h, k c) c = a + b 2 2 2 (h c, k) c = a + b. Vertex ( h , k a ) ( h a , k ) Asymptotes y = ( a/b)(x h) + k y = ( b/a)(x h) + k. Always open towards the focus when graphing. Determine what a, b, and c are. Draw boxplot by plotting vertices and making a box.